Question

11. In a quiz-based programme, there are three teams A, B and C. There are total five rounds in a game; 20
marks are given for each correct answer and -10 marks for each wrong answer. No marks are deducted
for not attempting a question. Which team won the game, if
Team A gave 3 correct and 2 wrong answers?
Team B gave 2 correct, 2 wrong answers and they didn't attempt one question?
Team C gave 3 correct, 1 wrong answer and they didn't attempt one question.​

Answer 1

Answer:

marks gained by team A=3 X 20=60 marks

marks deducted=2 X 10=20 marks

hence total marks=60-20=40 marks

marks gained by team B=2 X 20=40 marks

marks deducted=2 X 10=20 marks

hence total marks=40-20=20 marks

marks gained by team C =3 X 20=60 marks

marks deducted = 1 X 10=10 marks

hence total marks=60-10=50 marks

50>40>20

therefore team C came first

                team A came second

                team B came third

Step-by-step explanation: